Given the following algorithm for finding the two largest integers in an array A[1..n] of n...
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Given the following algorithm for finding the two largest integers in an array A[1..n] of n distinct positive integers. Base on the number of comparisons between elements in A, compute T(n) and Tw(n). You must justify your answer and show your work clearly for credit. if A[1] > A[2] then largest = A[1]; s_largest = A[2] // Initialization else largest = A[2]; s_largest = A[1] endif; for i=3 to n do if A[i]s largest then if A[i]>largest // Checking A[3], ..., [n] // A[i] is one of the two largest integers // A[i] is the current largest integer then s largest = largest; largest = A[i] else s_largest = A[i] endif endif endfor; Given the following algorithm for finding the two largest integers in an array A[1..n] of n distinct positive integers. Base on the number of comparisons between elements in A, compute T(n) and Tw(n). You must justify your answer and show your work clearly for credit. if A[1] > A[2] then largest = A[1]; s_largest = A[2] // Initialization else largest = A[2]; s_largest = A[1] endif; for i=3 to n do if A[i]s largest then if A[i]>largest // Checking A[3], ..., [n] // A[i] is one of the two largest integers // A[i] is the current largest integer then s largest = largest; largest = A[i] else s_largest = A[i] endif endif endfor;
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Discrete Mathematics and Its Applications
ISBN: 978-0073383095
7th edition
Authors: Kenneth H. Rosen
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